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Events
ESGI 188: Collaborative Innovation Between Industry and Mathematics in Bilbao
The 188th European Study Group with Industry (ESGI 188), held from 26 to 30 May at the B Accelerator Tower (BAT) in Bilbao, brought together industrial challenges and mathematical expertise in a dynamic week of problem-solving and innovation. Organised by the Basque Center for Applied Mathematics (…
BCAM people
Jose Segovia defended his thesis on Monday, May 26th
The defence will take place at Ada Lovelace Room at the Faculty of Informatics of the Donostia UPV/EHU Campus <
BCAM people
BCAM’S Postdoc Fellow Carlos Uriarte’s Doctoral Thesis, triple awarded
- The researcher’s thesis, titled “Solving Partial Differential Equations using Artificial Neural Networks”, has been selected as the best for the ECCOMAS awar
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STFAPDE 2025: Bilbao Hosts the Spring School on Spectral Theory, Fourier Analysis, and PDEs
From 12 to 14 May, the Baroja Auditorium at Bizkaia Aretoa in Bilbao became the epicentre of mathematical discourse during the second edition of the Spring School and Workshop on Spectral Theory, F
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View allOn the motion of a large number of small rigid bodies in a viscous incompressible fluid
Feireisl, E.; Roy, A.; Zarnescu, A. (2022-01-01)
We consider the motion of N rigid bodies – compact sets (S1 ε ,· · · ,SN ε )ε>0 – immersed in a viscous incompressible fluid contained in a domain in the Euclidean space Rd , d = 2,3. We show the fluid flow is not infl...
Colloidal homogenization for the hydrodynamics of nematic liquid crystals
De Anna, F.; Schlömerkemper, A.; Zarnescu, A. (2024-01-01)
This paper analytically explores a simplified model for the hydrodynamics of nematic liquid crystal colloids. We integrate a Stokes equation for the velocity field with a Ginzburg–Landau transported heat flow for the dir...
Boundary layers for the upper-convected Beris–Edwards model of nematic liquid crystals
De Anna, F.; Kortum, J.; Zarnescu, A. (2025-01-01)
In this paper, we derive and analyze a set of Prandtl-type equations for the boundary layers in nematic liquid crystals. We focus on a two-dimensional model where the hydrodynamics are governed by the Beris–Edwards equatio...
ASYMPTOTIC BEHAVIOR OF THE FREE INTERFACE FOR ENTIRE VECTOR MINIMIZERS IN PHASE TRANSITIONS
Alikakos, N.; Geng, Z.; Zarnescu, A. (2021-01-01)
We study globally bounded entire minimizers u : Rn → Rm of Allen-Cahn systems for potentials W ≥ 0 with {W = 0}= {a1, ..., aN } and W (u) ∼ |u− ai|α near u = ai, 0 < α < 2. Such solutions are, over large regions, identical...